## Sinclair, how to calculate weightlifting Sinclair coefficient? , Sinclair

source：rna

Hello everyone, today the editor has paid attention to a more interesting topic, that is, the question about Sinclair, so the editor has compiled a related answer to introduce Sinclair, let us work together Let's see. How to calculate Sinclair coefficient in weightlifting? How to calculate Sinclair coefficient in weightlifting? The weightlifting Sinclair Coefficient (Sinclair Coefficient) is a standardized coefficient used to calculate the competition performance of weightlifters, which takes into account the competitive advantage of athletes in different weight classes at the same weight. The factor was introduced by the International Weightlifting Federation to facilitate fair competition and comparisons across weight classes. According to the regulations of the International Weightlifting Federation, the calculation method of the weightlifting Sinclair coefficient is as follows: 1. Determine the weight class of the weightlifter, and look up the Sinclair coefficient table corresponding to the weight class. 2. Calculate the weightlifting points of the athletes. For men's and women's weightlifting, the formula for calculating performance points is: Men: performance points = weight lifted x (base points + weighting factor) women: performance points = weight lifted x (base points + weighting factor) where base points are based on Weighting coefficients are values adjusted for the lifter's history and other factors. 3. Find the corresponding Sinclair coefficient according to the Sinclair coefficient table corresponding to the weight class, and divide the score points by the coefficient to obtain the standardized coefficient. For example, a male weightlifter in the 85kg weight class lifts a 155kg load in the snatch event. Calculated according to weightlifting rules, his performance points are 154.8 points, and the Sinclair coefficient corresponding to this weight class is 1.107. Therefore, his standardized coefficient is 154.8 / 1.107 = 139.8 points. Through the calculation of weightlifting Sinclair coefficient, weightlifters of different weight classes can compete fairly in the competition. So far, the above is the introduction of the editor's questions about Sinclair. I hope that the one-point answer about Sinclair will be useful to everyone.

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